Excel Tuition Classes
SSC Geometry
(1)
I. So Solv lvee the fo foll llow owin ing: g: 2marks
3marks
4marks
Ex 1.1: 1and4
Ex 1.1: 6
Ex 1.2: 1(ii) 2(ii)
Ex 1.2: 5,6,7 and 9
Ex 1.2: 10
Ex 1.3: (2,3 and 4)
Ex 1.3: (6)
Ex 1.4: 1(ii)
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Ex 1.4: (5 & 6)
Ex 1.5: 1(ii)
Ex 1.5: (3 ,4 and 7)
Ex 1.5: (6 and 8)
Ex 1.6: (1 and 2)
Ex 1.6: 4
Ex 1.6: 6
Ex 1.7: (1)
Ex 1.7: 3 and 6
P.S: 3
P.S: 8,11, 18, 19, 20, 23
S.E: Pg 10: 4
S.E: Pg11: 5
S.E: Pg 19: 2
S.E: Pg20: 4 and 5
S.E: Pg28: 3
S.E: Pg35: 2
S.E: Pg40: 2
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P.S: 5, 12, 14, and 24 -
HOTS: 1, 3, 5, 6 and 8 Theorems:
1. B.P B.P.T .T & Converse of B.P B.P.T .T.. 2. Angle Bisector Property. Propert y. 3. Areas of Similar Simila r Triangl Trianglee Theorem. 4. Pythagoras Theorem & Converse of Pythagoras Theorem. 5. 45-45-90 45-45- 90 Triangle Triangle Theorem. 6. 30-60-90 30-60- 90 Triangle Triangle Theorem. 7. Appollonius Theorem.
Excel Tuition Classes
SSC Geometry
(1)
I. So Solv lvee the fo foll llow owin ing: g: 2marks
3marks
Ex 2.1: 1and 3 -
4marks
Ex 2.1: 8, 9, 10 & 12
Ex 2.1: 6
Ex 2.2: 3 and 6
Ex 2.2: 2 and 8
Ex 2.3: 3 and 6
Ex 2.3: 2,4 and 5
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Ex 2.4: 2
Ex 2.4: 4, 5 and 8
Ex 2.4: 6
Ex 2.5: 3
Ex 2.5: 2, 3, 5 and 6
P.S: 8, 9, 12, 16, 17 & 19 P.S: 1, 2, 5, 6, 7 &1 &11 1
P.S: 13, 15 & 18
S.E: Pg 55: 1
S.E: Pg64: 1
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S.E: Pg69: 2
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S.E: Pg74: 1
S.E: Pg75: 3
HOTS: 9, 10, 12 and 58 Theorems:
1. Tangent segments from external point are congruent. 2. Opposite angle of a Cyclic Quadrilateral is 180. 3. Inscribed Angle Theorem. 4. Tangent Tangent Secant Se cant Theorem (Side). (Side ).
Excel Tuition Classes
SSC Geometry
(3)
I. So Solv lvee the fo foll llow owin ing: g: 2marks Ex 3.2: 1, 5 & 13 P.S: -
3marks
4marks
Ex 3.1: 2, 5, 7 & 9
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Ex 3.2: 4and 8
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Ex 3.3: 1, 3, 6 & 8
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Ex 3.4: (1,2 & 6)
P.S: 5, and 25
P.S: 14 and 26
HOTS: 22, 23, 24, 25, 28, 29 and 30
I. So Solv lvee th thee fo foll llow owin ing: g: 2marks Ex 4.1: 1(i and iii) & 3 Ex 4.2: 1(4 & 6), 2, 3(2) -
3marks Ex 4.3: 1(4&6) and 4
4marks -
Ex 4.3: 3, 6, 7(1, 8&10) Ex 4.3: 1, 7(4&5) 8(1&2)
Ex 4.4: 1
Ex 4.4: 3 and 5
P.S: 1,
P.S: 6,7,9,11,13 & 16
P.S: 4, 10, 12, 17 17,, 18 & 20
S.E: Pg 119(1 & 3)
SE: Pg120(4 & 6(ii))
SE: Pg124 (2 & 3)
Prove: Trigonometrical Trigonometrical Identities. HOTS: 19, 21, 31, 33, 35, 46 and60
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